Haut PDF Classical and quantum out-of-equilibrium dynamics. Formalism and applications.
Classical and quantum out-of-equilibrium dynamics. Formalism and applications.
... types of DOS, for finite values of ǫ F and far from the linear ...study of the quantum fully-connected rotor model driven out of equilibrium by a fermionic ...gram ...
196
Quantum and Classical Dynamics of Heavy Quarks in a Quark-Gluon Plasma
... complete dynamics, including the color degrees of freedom, can still be described by Fokker-Plack and Langevin equations, but only in very specific ...the quantum master equation for the ...
63
Out of equilibrium quantum dynamics and disordered systems in bosonic ultracold atoms
... range of systems, which maps the o ff-equilibrium dynamics of a completely connected system onto Newtonian ...advantage of being analytically tractable and to draw a par- allel ...
175
Classical and quantum controllability of a rotating 3D symmetric molecule
... matter of fact, by fixing k = 0, one recovers the linear-top as a subsystem inside the ...spectrum of the internal ...properties of the rotational dynamics is that, even in the case of ...
32
Improved Classical and Quantum Algorithms for Subset-Sum
... improved classical and quantum heuristic algorithms for subset-sum, building upon several new ...best classical and quantum algorithms. In the quantum setting, we showed ...
43
Chaos, entropy, and life-time in classical and quantum systems
... equations of motion of, 10 24 particles could be ...carried out with accuracy sufficient to yield a complete set of initial conditions for this equations, the solution gives a purely dynamical ...
186
Survival of classical and quantum particles in the presence of traps
... motion of the exciton can be interpreted as a quantum walk. Quantum analogs of classical random walks have been defined in two pioneering papers [34,35] as a useful concept to implement ...
37
Equilibrium and out of equilibrium phase transitions in systems with long range interactions and in 2D flows
... Both equilibrium and out of equilibrium phase transitions play a key role in our under- standing of physics, because they separate regions of parameter space with ...
37
Lectures on Classical Fields and Quantum Mechanics. Part I
... Unité de recherche INRIA Rocquencourt Domaine de Voluceau - Rocquencourt - BP 105 - 78153 Le Chesnay Cedex France Unité de recherche INRIA Lorraine : LORIA, Technopôle de Nancy-Brabois -[r] ...
93
The Geometry of Parallelism: Classical, Probabilistic, and Quantum Effects
... behavior of Y- boxes is captured by the exponential signature in the form y(·, ·), and the associated ...conclusion of a ?d node; this token will then travel the net, possibly crossing a number ...
22
CLASSICAL AND QUANTUM RESONANCES FOR HYPERBOLIC SURFACES
... 1) of quantum resonant ...proof of Theorem 4.5 , and this space has real dimension equal to ...The quantum resonances at s = −n + 1 are computed in [Bo, Chapters ...5.1 and 8.2]: ...
45
Advice coins for classical and quantum computation
... complexity of statistical learning ...necessary and sufficient to succeed with probability 1 − δ on the distinguishing problem ...number of heads seen, which requires log(t) bits of ...
22
Anderson model out of equilibrium: Decoherence effects in transport through a quantum dot
... biased quantum dot. Using a self-consistent equation-of-motion method generalized out of equilibrium, we calculate a fourth-order decoherence rate ␥ 共4兲 induced by a bias voltage ...
20
Classical p-adic Nevanlinna theory and Nevalinna Theory out of a hole
... However, so far, here we don’t have a theorem concerning M(D) in case n = 2. We can now consider the problem of branched functions. Definition: Let f ∈ M ∗ (D) and let w ∈ M f (D). Then w is called a ...
47
Dynamics and disorder in quantum antiferromagnets
... , and an ever larger magnetic field to be able to map the whole phase boundary, experimentally inaccessible for a few of ...study of the critical properties of the transition, with the ...
238
Deconfined Quantum Criticality, Scaling Violations, and Classical Loop Models
... studies of the transition between Néel and valence bond solid phases in two-dimensional quantum antiferromagnets give strong evidence for the remarkable scenario of deconfined criticality, but ...
22
The quantum and the classical domains as provisional parallel coexistents .
... standard quantum theory, without reduction in either sense, to the quantum or to the ...measurement of quantum systems do not in principle reduce their knowledge to classical ...
25
Geometrical frustration and quantum origin of spin dynamics
... k of magneti long-range order in Tb 2 Ti 2 O 7 , Cha- puis et ...analysis of the variation in the magneti entropy that the ground state doublet is split, a reasonable hypothesis sin
e terbium is a non- ...
200
Modulation dynamics of InP-based quantum dot lasers and quantum cascade lasers
... cavity and a small grating coupling ...carrier dynamics [ Nielsen10 ], higher nonlinear gain effect and thus a larger three-order nonlinear susceptibility [ Akiyama00 ], [ Lu06 ...possibility ...
196
Classical and quantum systems: transport due to rare events
... most of their time in states where they are close to the border of the stochastic layer, hence where the transport is significantly slower than what we have ...flow of Hamilton’s ...most of ...
24
